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头部受冲击的锥形弹体结构动力响应研究

Study on the dynamic response of a conical projectile subjected to impact loading at its nose

  • 摘要: 为探究头部受冲击载荷作用下变截面弹体的结构动力响应规律,基于空间自由梁和结构塑性理论,建立了锥形弹体的结构动力响应模型和轴力-弯矩耦合作用下的结构失效函数。借助Abaqus/Explicit建立了弹体动力响应仿真模型,对弹体在头部受不同冲击载荷条件下的结构响应进行数值模拟,并与理论结果进行了对比,验证了理论模型的合理性和准确性。在此基础上,分析了弹体头部形状系数、锥度、径厚比和长径比等因素对弹体内力分布和失效位置的影响规律。结果表明,理论模型能够较准确地预测变截面弹体的内力分布规律;头部质量减轻了弹体的响应程度,不影响内力分布规律,减轻效果与头部质量占比密切相关。在其他参数相同的条件下,弹体头部形状系数减小、锥度增大、径厚比减小或长径比增大,都会使头部质量占比降低,从而导致头部质量对弹体响应程度的减轻作用减弱。此外,弹体锥度越大,危险位置离弹体头部越近,长径比增大会显著降低弹体的横向承载能力。

     

    Abstract: To investigate the dynamic response of a variable cross-section projectile subjected to impact loading at its nose, based on the free-free beam and structural plasticity theories, a theoretical model and structural failure function with the coupling of axial force and bending moment considered were established for the conical projectiles. Then, by means of Abaqus/Explicit, finite element models were developed, and the dynamic responses of the projectiles under different impact loadings at the nose impacts were numerically simulated. The comparison between numerical results and theoretical predictions verified the rationality and accuracy of the proposed model. Based on the theoretical models, the influences of the parameters, such as the shape coefficient of the projectile head, semi-conic angle, diameter-to-thickness ratio, as well as the length-to-diameter ratio were analyzed. The results showed that the theoretical model could predict the internal force distribution and failure locations of the conical projectiles very well. The nose mass of the projectile mitigates the overall response magnitude but does not change the distribution of the internal forces, and this mitigation effect of nose mass is closely related to the mass proportion of the nose. When all other parameters are held constant, if the shape coefficient of the projectile head decreases, the semi-conic angle increases, the diameter-to-thickness ratio diminishes, or the length-to-diameter ratio rises, the mass proportion of the nose will decrease, leading to a weaker mitigation effect on the overall response magnitude. Furthermore, an increase in the semi-conic angle of the projectile induces a shift of the critical failure section toward the head, and an increase in the length-to-diameter ratio substantially diminishes the transverse bearing capacity of the projectile.

     

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